In this work, solutions to problems involving tangency are presented, more specifically, the cases
involving only points and lines in the Apollonius problem, built from the GeoGebra dynamic
geometry environment, that is, cases involving the circumference as one of the initial objects of
the construction were not addressed. Initially, a research was carried out on the resolution of
each case individually. It was noted that the works consulted use static figures to explain the
step by step of the proposed solutions and that the material on the subject is dispersed in several
works, especially with regard to a complete approach to the sub-cases. To try to contribute to
filling this gap, the production of a dynamic virtual book was started on the GeoGebra online
platform. This dynamic book was later converted into the present work, the constructions being
reduced to animated gifs.
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